Defining the optimal length of the warranty period in a new warranty policy with constraints
Keywords:
Optimal length, Warranty policies, Linear pro rata warranty, Burn-in testAbstract
The main goal of this research is to provide an optimal warranty length under the constraints and using linear pro rata warranty. For this purpose, a coherent system consisting of parts that are connected in parallel is considered. For the said system, limitations such as the number of parts, available space, and minimum reliability are considered. Finally, the average and total cost functions were calculated during the initial performance test and warranty periods. Using a numerical example, graphs of total and average cost function and optimal length of warranty were explained.
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References
[1] Esmaeili, M. and Shamsi, N. and Asgharizadeh, E. (2014) “Three-level warranty service contract among manufacturer, agent and customer: A game-theoretical approach”, European Journal of Operational Research, 239, pp 177–186.
[2] Mohammadpour, Mehrnaz; Razavi, Samaneh (2017). A Bayesian Method for Optimizing Product Warranty Length. Andisheh Amari (Statistical Thought), Volume 22, Issue 2 (Serial No. 44), pp. 21-26.
[3] Nasrollahi, Mehdi; Asgharizadeh, Ezzatollah; Jafarnia, Ahmad; Sanei Monfared, Ali (2014). Development of a New PRW Warranty Policy for Cost Estimation. Journal of Industrial Management, Volume 6, Issue 1, pp. 137-150.
[4] Mahmoudi, A. and Shavandi, H. (2014) “A Bi-Abjective Model for Optimizing Price, Warranty Length, and Service Capacity Within Queuing Framework: Genetic Algorithm and Fuzzy System”, Inernational Journal of Indsutrial Engineering & Production Research, 25(2), 131-142.
[5] Huang, Y.S. and Zhuo, Y.F. (2004) “Estimation of future breakdowns to determine optimal warranty policies for products with deterioration”, Reliability Engineering & System Safety, 84, 163-168.
[6] Iskandar, B.P. and Murthy, D.N.P. and Jack, N. (2005) “A new repair-replace strategy for items sold with a two-dimensional warranty”, Computers and Operations Research, 32, pp 669-682.
[7] Fazli, Safar; Jamaati Tafti, Reyhaneh (2018). Determining Warranty Policy Using Association Rules in Data Mining (Case Study: An Electronic Equipment Manufacturing Company). Journal of Production and Operations Management, Volume 9, Issue 17, pp. 37-56.
[8] Afsahi, M., Husseinzadeh Kashan, A., & Ostadi, B. (2021), “A hybrid approach for joint optimization of base and extended warranty decisions considering out-of-warranty products”, Applied Mathematical Modelling, 95, pp 176–199.
[9] MoghimiHadji, E. )2021(, "Optimal length of warranty and burn-in periods considering different types of repairs". Journal of Industrial & System Engineering, 13 (2), pp 1-8.
[10] Hooti, F., Ahmadi, J., & Longobardi, M. (2020). "Optimal extended warranty length with limited number of repairs in the warranty period". Reliability Engineering and System Safety, 203, pp 107-111.
[11] Bian, Y., Xie, J., Archibald, T. W., & Sun, Y. (2019), “Optimal extended warranty strategy: Offering trade-in service or not?”, European Journal of Operational Research, 278 (1), pp 240–254.
[12] Park, M., Jung, KM. & Park, DH., 2020, Warranty cost analysis for second-hand products under a two-stage repair-or-full refund policy, Journal of reliability engineering & system safety, 193(C), 106596.
[13] Kijima, M. (1989). Some results for repairable systems with general repair, Journal of applied probability, 26(1), Pp 89-102